To solve the equation:

$\log(x) = 6$

we need to rewrite it in exponential form. Since $\log(x)$ typically implies a base of 10, we convert it as follows:

$x = 10^6$

So, the answer is:

$x = 1,000,000$

Let me know if you need further details or have questions.

Related Questions:

1. How would the solution change if the base of the logarithm were different, such as base 2?
2. What if the equation were $\log(x) = -6$?
3. How can you check the answer to a logarithmic equation?
4. How do you solve $\log(x + 2) = 6$?
5. What are the steps for solving an equation like $\ln(x) = 6$?

Tip: Always confirm the base of the logarithm when solving equations, as it can change the solution dramatically.